搜索资源列表
ACS
- 基本蚁群算法用于解决eil51 TSP问题代码，开发环境是VC-basic ant colony algorithm is used to solve eil51 TSP code development environment is VC
mmas
- 采用C++语言编写最大最小蚁群优化算法程序，解决问题-using C language largest smallest ant colony optimization algorithm to solve problems
mop_5_27_modified_a
- 用改进蚁群算法求解一类连续空间优化问题的matlab实现-improved ant colony algorithm for solving a class of continuous space optimization problems achieving Matlab
antargc++
- 从其他网站下载的经典蚁群算法，对初学者非常有用，请看看。-downloaded from other websites of the classic ant algorithm, very useful for beginners, please look at.
acadatamining
- 蚁群算法在数据挖掘中的应用的源程序，希望对大家有所帮助。-ant algorithm in data mining of the source files, we hope to help.
jc
- 蚁群算法解旅行商问题的MATLAB源码， 城市坐标可自行修改。
TSPDBANT
- TSP双蚁群算法，应用双蚁群算法，来解决TSP问题，即旅行商问题
ant-alg
- 蚁群算法小程序.比较适用.虽然较小.值得参考借鉴
TSPmatlab.rar
- 用matlab实现的蚁群算法,希望对初学蚁群算法的人有所帮助,Matlab achieved using ant colony algorithm, ant colony algorithm beginner would like to help people
ACOTSP.V1.0
- 运用C语言写的蚁群算法的程序，大家可以下载玩一玩。-The use of C language to write the ant colony algorithm procedure, you can download play.
AntTsp
- 用VC++编的,用于求解蚁群算法的源程序-VC++ for use, the ant colony algorithm for solving the source
ACO
- 蚁群算法源代码，无须修改便可以直接编译执行-Ant colony algorithm source code, no need to change the implementation can be directly translated
Antcolonyalgorithmpathplanning
- 用于蚁群算法，环境是matlab，是关于路径优化-Ant colony algorithm path planning
gsd
- 蚁群算法源程序：求31个城市的最短路径的程序！（TSP）-Ant Colony source: 31 cities seeking the shortest path program! (TSP)
Source
- 蚁群算法的C++实现-Ant Colony C++ Implementation
ant
- 用蚁群算法解决TSP问题，该程序并非本人编写，见谅！-using ant colony to solve problem of TSP,this program is not created by me,forgiving me!
ant-tsp-ndd
- 该算法能够蚁群算法在TSP问题上的实现，能取得比较好的效果，但并非本人编写。-This programming can solving TSP problem,the effect is good ,but it is not created by me.
matlab-resource
- 基于旅行商问题的蚁群算法优化，对于蚁群算法初学者很有帮助！-Optimization, ant colony algorithm based on the traveling salesman problem for the ant colony algorithm beginners helpful!
ACO
- 蚁群算法求解TSP问题,在visual C++环境编写。-ACO question solution method
ACO
- 标准蚁群优化算法源程序，可直接运行使用，算法简单-problem of VRP